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Bunuel received 12 Kudos for post Re: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28).

GiverPostDate
chongjohn86Re: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)26-Jan-2024
JasmineNellyRe: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)10-Nov-2021
tamoeRe: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)17-Oct-2021
RbnRe: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)18-Oct-2020
shreydas22Re: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)19-May-2020
omavspRe: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)15-Jun-2019
VenusMarsRe: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)13-Jan-2019
RaghuReddyRe: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)30-Nov-2018
sudarshan22Re: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)15-Jun-2018
Vian86Re: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)28-Jan-2018
kimberlychenRe: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)08-Oct-2017
summerkateRe: If x and y are positive integers and (1/7)^x*(1/8)^12=(1/28)23-Jul-2014

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